
Layout test started..
before layout input graph data
Dumping graph id:0 (20 nodes, 20 real nodes, 0 dummy nodes, 34 edges, 0 horizontal edges, 0 selfedges 0 reversed edges)
Nodes:
Node id 0: (0 self-edges size (10,10) 2 in-edges 0 out-edges)
  2 In  edges: 8->0 10->0
Node id 1: (0 self-edges size (10,10) 2 in-edges 4 out-edges)
  2 In  edges: 16->1 4->1
  4 Out edges: 1->2 1->5 1->6 1->16
Node id 2: (0 self-edges size (10,10) 2 in-edges 2 out-edges)
  2 In  edges: 1->2 13->2
  2 Out edges: 2->13 2->19
Node id 3: (0 self-edges size (10,10) 1 in-edges 1 out-edges)
  1 In  edges: 5->3
  1 Out edges: 3->19
Node id 4: (0 self-edges size (10,10) 1 in-edges 2 out-edges)
  1 In  edges: 6->4
  2 Out edges: 4->17 4->1
Node id 5: (0 self-edges size (10,10) 2 in-edges 2 out-edges)
  2 In  edges: 1->5 12->5
  2 Out edges: 5->3 5->17
Node id 6: (0 self-edges size (10,10) 2 in-edges 3 out-edges)
  2 In  edges: 1->6 18->6
  3 Out edges: 6->4 6->8 6->16
Node id 7: (0 self-edges size (10,10) 1 in-edges 1 out-edges)
  1 In  edges: 9->7
  1 Out edges: 7->18
Node id 8: (0 self-edges size (10,10) 2 in-edges 2 out-edges)
  2 In  edges: 6->8 11->8
  2 Out edges: 8->0 8->11
Node id 9: (0 self-edges size (10,10) 0 in-edges 2 out-edges)
  2 Out edges: 9->7 9->17
Node id 10: (0 self-edges size (10,10) 2 in-edges 3 out-edges)
  2 In  edges: 11->10 15->10
  3 Out edges: 10->0 10->16 10->15
Node id 11: (0 self-edges size (10,10) 1 in-edges 3 out-edges)
  1 In  edges: 8->11
  3 Out edges: 11->10 11->18 11->8
Node id 12: (0 self-edges size (10,10) 0 in-edges 2 out-edges)
  2 Out edges: 12->5 12->17
Node id 13: (0 self-edges size (10,10) 1 in-edges 1 out-edges)
  1 In  edges: 2->13
  1 Out edges: 13->2
Node id 14: (0 self-edges size (10,10) 0 in-edges 1 out-edges)
  1 Out edges: 14->16
Node id 15: (0 self-edges size (10,10) 1 in-edges 2 out-edges)
  1 In  edges: 10->15
  2 Out edges: 15->10 15->16
Node id 16: (0 self-edges size (10,10) 5 in-edges 1 out-edges)
  5 In  edges: 1->16 6->16 10->16 14->16 15->16
  1 Out edges: 16->1
Node id 17: (0 self-edges size (10,10) 5 in-edges 0 out-edges)
  5 In  edges: 5->17 4->17 18->17 9->17 12->17
Node id 18: (0 self-edges size (10,10) 2 in-edges 2 out-edges)
  2 In  edges: 7->18 11->18
  2 Out edges: 18->17 18->6
Node id 19: (0 self-edges size (10,10) 2 in-edges 0 out-edges)
  2 In  edges: 2->19 3->19
Edges:
Edge id 0: 2->13 reversed=0 horizontal=0
Edge id 1: 2->19 reversed=0 horizontal=0
Edge id 2: 1->2 reversed=0 horizontal=0
Edge id 3: 1->5 reversed=0 horizontal=0
Edge id 4: 1->6 reversed=0 horizontal=0
Edge id 5: 1->16 reversed=0 horizontal=0
Edge id 6: 5->3 reversed=0 horizontal=0
Edge id 7: 5->17 reversed=0 horizontal=0
Edge id 8: 6->4 reversed=0 horizontal=0
Edge id 9: 6->8 reversed=0 horizontal=0
Edge id 10: 6->16 reversed=0 horizontal=0
Edge id 11: 16->1 reversed=0 horizontal=0
Edge id 12: 13->2 reversed=0 horizontal=0
Edge id 13: 3->19 reversed=0 horizontal=0
Edge id 14: 4->17 reversed=0 horizontal=0
Edge id 15: 4->1 reversed=0 horizontal=0
Edge id 16: 8->0 reversed=0 horizontal=0
Edge id 17: 8->11 reversed=0 horizontal=0
Edge id 18: 18->17 reversed=0 horizontal=0
Edge id 19: 18->6 reversed=0 horizontal=0
Edge id 20: 7->18 reversed=0 horizontal=0
Edge id 21: 11->10 reversed=0 horizontal=0
Edge id 22: 11->18 reversed=0 horizontal=0
Edge id 23: 11->8 reversed=0 horizontal=0
Edge id 24: 9->7 reversed=0 horizontal=0
Edge id 25: 9->17 reversed=0 horizontal=0
Edge id 26: 10->0 reversed=0 horizontal=0
Edge id 27: 10->16 reversed=0 horizontal=0
Edge id 28: 10->15 reversed=0 horizontal=0
Edge id 29: 12->5 reversed=0 horizontal=0
Edge id 30: 12->17 reversed=0 horizontal=0
Edge id 31: 14->16 reversed=0 horizontal=0
Edge id 32: 15->10 reversed=0 horizontal=0
Edge id 33: 15->16 reversed=0 horizontal=0
Ordering::Dump() there are 13 levels
Level rank 0 has these 2 nodes:
  id:1(57,0) id:0(72,0)
Level rank 1 has these 8 nodes:
  id:22(52,40) id:23(57,40) id:25(62,40) id:24(67,40) id:49(72,40) id:61(77,40) id:66(82,40) id:90(87,40)
Level rank 2 has these 8 nodes:
  id:2(37,80) id:5(52,80) id:26(57,80) id:6(72,80) id:50(77,80) id:62(82,80) id:67(87,80) id:91(92,80)
Level rank 3 has these 15 nodes:
  id:21(35,120) id:20(40,120) id:58(45,120) id:34(50,120) id:41(55,120) id:68(60,120) id:37(65,120) id:27(70,120) id:42(75,120) id:38(80,120) id:51(85,120) id:63(90,120) id:73(95,120) id:92(100,120) id:101(105,120)
Level rank 4 has these 13 nodes:
  id:19(20,160) id:13(35,160) id:8(50,160) id:28(55,160) id:35(60,160) id:43(65,160) id:52(70,160) id:17(85,160) id:39(90,160) id:64(95,160) id:74(100,160) id:93(105,160) id:102(110,160)
Level rank 5 has these 16 nodes:
  id:29(32,200) id:69(37,200) id:59(42,200) id:81(47,200) id:36(52,200) id:44(57,200) id:53(62,200) id:70(67,200) id:60(72,200) id:40(77,200) id:65(82,200) id:75(87,200) id:83(92,200) id:94(97,200) id:104(102,200) id:103(107,200)
Level rank 6 has these 11 nodes:
  id:30(25,240) id:11(40,240) id:3(55,240) id:45(60,240) id:54(65,240) id:71(70,240) id:4(85,240) id:76(90,240) id:84(95,240) id:95(100,240) id:12(115,240)
Level rank 7 has these 9 nodes:
  id:31(50,280) id:79(55,280) id:96(60,280) id:46(65,280) id:55(70,280) id:80(75,280) id:72(80,280) id:77(85,280) id:85(90,280)
Level rank 8 has these 6 nodes:
  id:32(47,320) id:10(62,320) id:47(67,320) id:56(72,320) id:18(87,320) id:86(92,320)
Level rank 9 has these 8 nodes:
  id:33(52,360) id:97(57,360) id:48(62,360) id:57(67,360) id:78(72,360) id:87(77,360) id:98(82,360) id:106(87,360)
Level rank 10 has these 5 nodes:
  id:16(50,400) id:7(65,400) id:88(70,400) id:99(75,400) id:107(80,400)
Level rank 11 has these 6 nodes:
  id:105(57,440) id:109(62,440) id:82(67,440) id:89(72,440) id:100(77,440) id:108(82,440)
Level rank 12 has these 3 nodes:
  id:14(50,480) id:15(65,480) id:9(80,480)
between level 2 and level 3 are 20 crossings, 0 local-nonlocal Type 1 conflict, 20 local-local Type 2 conflict, 0 nonlocal-nonlocal crossings type 0 conflict
at rank 2 found 0 crossings and expected 0 crossings
between level 3 and level 4 are 7 crossings, 5 local-nonlocal Type 1 conflict, 2 local-local Type 2 conflict, 0 nonlocal-nonlocal crossings type 0 conflict
between level 3 and level 4 are 5 Type 1 edge conflicts
edge crossing inner status 1 and 0
edge crossing inner status 1 and 0
edge crossing inner status 1 and 1
edge crossing inner status 0 and 1
edge crossing inner status 0 and 1
edge crossing inner status 0 and 1
at rank 3 found 5 crossings and expected 6 crossings
between level 4 and level 5 are 11 crossings, 0 local-nonlocal Type 1 conflict, 11 local-local Type 2 conflict, 0 nonlocal-nonlocal crossings type 0 conflict
at rank 4 found 0 crossings and expected 0 crossings
between level 5 and level 6 are 1 crossings, 0 local-nonlocal Type 1 conflict, 0 local-local Type 2 conflict, 1 nonlocal-nonlocal crossings type 0 conflict
at rank 5 found 0 crossings and expected 0 crossings
between level 6 and level 7 are 8 crossings, 0 local-nonlocal Type 1 conflict, 8 local-local Type 2 conflict, 0 nonlocal-nonlocal crossings type 0 conflict
at rank 6 found 0 crossings and expected 0 crossings
between level 7 and level 8 are 0 crossings
at rank 7 found 0 crossings and expected 0 crossings
between level 8 and level 9 are 8 crossings, 0 local-nonlocal Type 1 conflict, 8 local-local Type 2 conflict, 0 nonlocal-nonlocal crossings type 0 conflict
at rank 8 found 0 crossings and expected 0 crossings
between level 9 and level 10 are 0 crossings
at rank 9 found 0 crossings and expected 0 crossings
total 3 type 1 conflict edges in the graph
// conflict type 1 edge is noninner edge colored red and crossing between inner and noninner edge
// inner edge is blue
// noninner edge is green
digraph conflict1edges {
 2 -> 20 [color="blue"];
 20 -> 13 [color="green"];
 2 -> 21 [color="blue"];
 21 -> 19 [color="green"];
 1 -> 22 [color="blue"];
 22 -> 2 [color="green"];
 1 -> 23 [color="blue"];
 23 -> 5 [color="green"];
 1 -> 24 [color="blue"];
 24 -> 6 [color="green"];
 1 -> 25 [color="blue"];
 25 -> 26 [color="blue"];
 26 -> 27 [color="blue"];
 27 -> 28 [color="blue"];
 28 -> 29 [color="blue"];
 29 -> 30 [color="blue"];
 30 -> 31 [color="blue"];
 31 -> 32 [color="blue"];
 32 -> 33 [color="blue"];
 33 -> 16 [color="green"];
 5 -> 34 [color="blue"];
 34 -> 35 [color="blue"];
 35 -> 36 [color="blue"];
 36 -> 3 [color="green"];
 5 -> 37 [color="blue"];
 37 -> 17 [color="red"];
 6 -> 38 [color="blue"];
 38 -> 39 [color="blue"];
 39 -> 40 [color="blue"];
 40 -> 4 [color="green"];
 6 -> 41 [color="blue"];
 41 -> 8 [color="red"];
 6 -> 42 [color="blue"];
 42 -> 43 [color="blue"];
 43 -> 44 [color="blue"];
 44 -> 45 [color="blue"];
 45 -> 46 [color="blue"];
 46 -> 47 [color="blue"];
 47 -> 48 [color="blue"];
 48 -> 16 [color="green"];
 1 -> 49 [color="blue"];
 49 -> 50 [color="blue"];
 50 -> 51 [color="blue"];
 51 -> 52 [color="blue"];
 52 -> 53 [color="blue"];
 53 -> 54 [color="blue"];
 54 -> 55 [color="blue"];
 55 -> 56 [color="blue"];
 56 -> 57 [color="blue"];
 57 -> 16 [color="green"];
 2 -> 58 [color="blue"];
 58 -> 13 [color="green"];
 19 -> 59 [color="blue"];
 59 -> 3 [color="green"];
 17 -> 60 [color="blue"];
 60 -> 4 [color="green"];
 1 -> 61 [color="blue"];
 61 -> 62 [color="blue"];
 62 -> 63 [color="blue"];
 63 -> 64 [color="blue"];
 64 -> 65 [color="blue"];
 65 -> 4 [color="green"];
 0 -> 66 [color="blue"];
 66 -> 67 [color="blue"];
 67 -> 68 [color="blue"];
 68 -> 8 [color="red"];
 8 -> 69 [color="blue"];
 69 -> 11 [color="green"];
 17 -> 70 [color="blue"];
 70 -> 71 [color="blue"];
 71 -> 72 [color="blue"];
 72 -> 18 [color="green"];
 6 -> 73 [color="blue"];
 73 -> 74 [color="blue"];
 74 -> 75 [color="blue"];
 75 -> 76 [color="blue"];
 76 -> 77 [color="blue"];
 77 -> 18 [color="green"];
 18 -> 78 [color="blue"];
 78 -> 7 [color="green"];
 11 -> 79 [color="blue"];
 79 -> 10 [color="green"];
 11 -> 80 [color="blue"];
 80 -> 18 [color="green"];
 8 -> 81 [color="blue"];
 81 -> 11 [color="green"];
 7 -> 82 [color="blue"];
 82 -> 9 [color="green"];
 17 -> 83 [color="blue"];
 83 -> 84 [color="blue"];
 84 -> 85 [color="blue"];
 85 -> 86 [color="blue"];
 86 -> 87 [color="blue"];
 87 -> 88 [color="blue"];
 88 -> 89 [color="blue"];
 89 -> 9 [color="green"];
 0 -> 90 [color="blue"];
 90 -> 91 [color="blue"];
 91 -> 92 [color="blue"];
 92 -> 93 [color="blue"];
 93 -> 94 [color="blue"];
 94 -> 95 [color="blue"];
 95 -> 96 [color="blue"];
 96 -> 10 [color="green"];
 10 -> 97 [color="blue"];
 97 -> 16 [color="green"];
 10 -> 98 [color="blue"];
 98 -> 99 [color="blue"];
 99 -> 100 [color="blue"];
 100 -> 15 [color="green"];
 5 -> 101 [color="blue"];
 101 -> 102 [color="blue"];
 102 -> 103 [color="blue"];
 103 -> 12 [color="green"];
 17 -> 104 [color="blue"];
 104 -> 12 [color="green"];
 16 -> 105 [color="blue"];
 105 -> 14 [color="green"];
 10 -> 106 [color="blue"];
 106 -> 107 [color="blue"];
 107 -> 108 [color="blue"];
 108 -> 15 [color="green"];
 16 -> 109 [color="blue"];
 109 -> 15 [color="green"];
}
after layout with dummy nodes and changed edges
Dumping graph id:0 (110 nodes, 20 real nodes, 90 dummy nodes, 124 edges, 0 horizontal edges, 0 selfedges 18 reversed edges)
Nodes:
Node id 0: (0 self-edges size (10,10) 0 in-edges 2 out-edges)
  2 Out edges: 0->66 0->90
Node id 1: (0 self-edges size (10,10) 0 in-edges 6 out-edges)
  6 Out edges: 1->22 1->23 1->25 1->24 1->49 1->61
Node id 2: (0 self-edges size (10,10) 1 in-edges 3 out-edges)
  1 In  edges: 22->2
  3 Out edges: 2->21 2->20 2->58
Node id 3: (0 self-edges size (10,10) 2 in-edges 0 out-edges)
  2 In  edges: 59->3 36->3
Node id 4: (0 self-edges size (10,10) 3 in-edges 0 out-edges)
  3 In  edges: 60->4 40->4 65->4
Node id 5: (0 self-edges size (10,10) 1 in-edges 3 out-edges)
  1 In  edges: 23->5
  3 Out edges: 5->34 5->37 5->101
Node id 6: (0 self-edges size (10,10) 1 in-edges 4 out-edges)
  1 In  edges: 24->6
  4 Out edges: 6->41 6->42 6->38 6->73
Node id 7: (0 self-edges size (10,10) 1 in-edges 1 out-edges)
  1 In  edges: 78->7
  1 Out edges: 7->82
Node id 8: (0 self-edges size (10,10) 2 in-edges 2 out-edges)
  2 In  edges: 41->8 68->8
  2 Out edges: 8->69 8->81
Node id 9: (0 self-edges size (10,10) 2 in-edges 0 out-edges)
  2 In  edges: 82->9 89->9
Node id 10: (0 self-edges size (10,10) 2 in-edges 3 out-edges)
  2 In  edges: 79->10 96->10
  3 Out edges: 10->97 10->98 10->106
Node id 11: (0 self-edges size (10,10) 2 in-edges 2 out-edges)
  2 In  edges: 69->11 81->11
  2 Out edges: 11->79 11->80
Node id 12: (0 self-edges size (10,10) 2 in-edges 0 out-edges)
  2 In  edges: 104->12 103->12
Node id 13: (0 self-edges size (10,10) 2 in-edges 0 out-edges)
  2 In  edges: 20->13 58->13
Node id 14: (0 self-edges size (10,10) 1 in-edges 0 out-edges)
  1 In  edges: 105->14
Node id 15: (0 self-edges size (10,10) 3 in-edges 0 out-edges)
  3 In  edges: 109->15 100->15 108->15
Node id 16: (0 self-edges size (10,10) 4 in-edges 2 out-edges)
  4 In  edges: 33->16 97->16 48->16 57->16
  2 Out edges: 16->105 16->109
Node id 17: (0 self-edges size (10,10) 1 in-edges 4 out-edges)
  1 In  edges: 37->17
  4 Out edges: 17->70 17->60 17->83 17->104
Node id 18: (0 self-edges size (10,10) 3 in-edges 1 out-edges)
  3 In  edges: 80->18 72->18 77->18
  1 Out edges: 18->78
Node id 19: (0 self-edges size (10,10) 1 in-edges 1 out-edges)
  1 In  edges: 21->19
  1 Out edges: 19->59
Node id 20: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 2->20
  1 Out edges: 20->13
Node id 21: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 2->21
  1 Out edges: 21->19
Node id 22: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 1->22
  1 Out edges: 22->2
Node id 23: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 1->23
  1 Out edges: 23->5
Node id 24: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 1->24
  1 Out edges: 24->6
Node id 25: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 1->25
  1 Out edges: 25->26
Node id 26: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 25->26
  1 Out edges: 26->27
Node id 27: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 26->27
  1 Out edges: 27->28
Node id 28: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 27->28
  1 Out edges: 28->29
Node id 29: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 28->29
  1 Out edges: 29->30
Node id 30: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 29->30
  1 Out edges: 30->31
Node id 31: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 30->31
  1 Out edges: 31->32
Node id 32: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 31->32
  1 Out edges: 32->33
Node id 33: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 32->33
  1 Out edges: 33->16
Node id 34: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 5->34
  1 Out edges: 34->35
Node id 35: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 34->35
  1 Out edges: 35->36
Node id 36: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 35->36
  1 Out edges: 36->3
Node id 37: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 5->37
  1 Out edges: 37->17
Node id 38: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 6->38
  1 Out edges: 38->39
Node id 39: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 38->39
  1 Out edges: 39->40
Node id 40: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 39->40
  1 Out edges: 40->4
Node id 41: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 6->41
  1 Out edges: 41->8
Node id 42: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 6->42
  1 Out edges: 42->43
Node id 43: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 42->43
  1 Out edges: 43->44
Node id 44: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 43->44
  1 Out edges: 44->45
Node id 45: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 44->45
  1 Out edges: 45->46
Node id 46: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 45->46
  1 Out edges: 46->47
Node id 47: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 46->47
  1 Out edges: 47->48
Node id 48: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 47->48
  1 Out edges: 48->16
Node id 49: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 1->49
  1 Out edges: 49->50
Node id 50: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 49->50
  1 Out edges: 50->51
Node id 51: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 50->51
  1 Out edges: 51->52
Node id 52: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 51->52
  1 Out edges: 52->53
Node id 53: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 52->53
  1 Out edges: 53->54
Node id 54: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 53->54
  1 Out edges: 54->55
Node id 55: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 54->55
  1 Out edges: 55->56
Node id 56: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 55->56
  1 Out edges: 56->57
Node id 57: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 56->57
  1 Out edges: 57->16
Node id 58: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 2->58
  1 Out edges: 58->13
Node id 59: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 19->59
  1 Out edges: 59->3
Node id 60: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 17->60
  1 Out edges: 60->4
Node id 61: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 1->61
  1 Out edges: 61->62
Node id 62: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 61->62
  1 Out edges: 62->63
Node id 63: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 62->63
  1 Out edges: 63->64
Node id 64: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 63->64
  1 Out edges: 64->65
Node id 65: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 64->65
  1 Out edges: 65->4
Node id 66: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 0->66
  1 Out edges: 66->67
Node id 67: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 66->67
  1 Out edges: 67->68
Node id 68: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 67->68
  1 Out edges: 68->8
Node id 69: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 8->69
  1 Out edges: 69->11
Node id 70: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 17->70
  1 Out edges: 70->71
Node id 71: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 70->71
  1 Out edges: 71->72
Node id 72: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 71->72
  1 Out edges: 72->18
Node id 73: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 6->73
  1 Out edges: 73->74
Node id 74: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 73->74
  1 Out edges: 74->75
Node id 75: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 74->75
  1 Out edges: 75->76
Node id 76: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 75->76
  1 Out edges: 76->77
Node id 77: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 76->77
  1 Out edges: 77->18
Node id 78: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 18->78
  1 Out edges: 78->7
Node id 79: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 11->79
  1 Out edges: 79->10
Node id 80: (0 self-edges size (1,1) 1 in-edges 1 out-edges)
  1 In  edges: 11->80
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Layout test passed!
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